Thanks
Arlo for being flexible!
It is always best to use components that are designed for the task at hand, and I am a firm believer that less parts generally equals better reliability. Using more than 3-phases is intriguing and deserves investigation. Reviewing what the competition has applied also is beneficial. Efficiency calc momentarily.
BigMoose:
Yeah, my prelim calc had 2068 V @ 360.64 Amps, which works out as 1194 V / phase; that’s challenging to say the least for motor construction, though I like the amps. If you have 8 stators in parallel that’s 45 Amps each.
Read, read, and more reading:
Might I suggest that we all get on the same page – literally with the same reference books so we can share insights and reflect upon the possibilities together. I have been using:
Axial Flux Permanent Magnet Brushless Machines by Giera/Wang/Kamper; Publisher: Springer, 2nd Ed. © 2008. ISBN 987-1-4020-6993-2, and it comes with a CD of all the example formulas written for MathCAD (should anyone have access). It wasn’t a cheap book, but I read from it more than the Bible, Koran, or Buddha teachings… though arguable Buddha was pretty cool. Actually I never read the Bible or Koran so you’re in luck. However, in
The Book of AF (see, I’m already turning it into a Gospel) there are several examples of motors and generators in the multi-kW range spinning at 3000 rpm and greater. No single example fits our task – but there’s enough there to guide us along with a boatload of math.
Wire:
Given
- F = IL x B
Ä = 2rF = 2rBIL
B = 0.5 T (this value could be higher depending on the magnets and air gap)
r = 15.5 inches / 0.3937 meters
I = 360.64 A
Ä = 2189 Nm
Solve for L:
- L = Ä / 2rBI -> 2189 / (2 * 0. 3937 * 0.5 * 360.64) = 15.42 m
Heat by the System:
The heat generated by the system would be as follows...
It turns out that
0000 AWG can handle a maximum of 380 amps, and the resistance is 0.16072 Ohms/km.
- R = 0.16072 ohms/km for 0000 AWG -> (0.16072 * 15.42) / 1000 = 2.478 ohms
R = V / I
P = I^2 * R = V^2 / R
P = 361^2 * 2.478 = 323 kW!
The power of the Sun between your legs; get it while it’s hot!
For kicks, what if we raised the magnetic flux density to 1.0 Tesla?
L = Ä / 2rBI -> 2189 / (2 * 0. 3937 * 1 * 360.64) = 7.67 m (This is why we want strong magnets!)
R = 0.16072 ohms/km for 0000 AWG -> (0.16072 * 7.67) / 1000 = 1.233 ohms
P = 361^2 * 1.233 = 161 kW!
Efficiency:
P
e = (P
i – P
r) / P
i -> (746 – 161) / 746 =
78.4%
This tells me that 0000 AWG wire is too resistant, and that we need better conductors. Unfortunately 0000 AWG is as high as my reference will go. Perhaps bus-bars would work better here, or a warm hyper-conductor of sorts. Regardless I am optimistic we can drop resistance down and increase our efficiency. I mean we are still baby-stepping and not yet out of the crib.
Have hope.
KF